#Checking my cheat sheet
52 messages ยท Page 1 of 1 (latest)
Fractions are simple the top number is the numerator and the bottom is the denominator when you simplify you find what both numbers share and divide them to make it smaller when adding or subtracting you need the same denominator so you change both fractions to match then add or subtract the top numbers and keep the bottom the same when multiplying you just multiply top with top and bottom with bottom and you can simplify before or after when dividing you flip the second fraction and multiply and if you have a whole number turn it into a fraction like 4 becomes 4 over 1 and always simplify at the end
This looks correct and thorough, well done. You have a typo in "Numerator", but the math is correct ๐๐
That's my emotional support typo.
Fractions are simple when you know your stuff.
Then you should keep it (the typo) ๐๐
I do not hence the cheat sheet.
With enough practice you will get to the point where you no longer need the sheet at all, but it's a very well made sheet.
You probably learned something while making it too.
wdym
Stuff is hard when you are not yet proficient in it, regardless of how easy it can feel afterwards.
Shaw?
Oh ๐ Never seen it written ๐ ๐ซฃ
I'm here if you need anything else checked ๐
Danke
Just a fact check.
Say I have like 1/4 times 8 that's just find a quarter of 8 right? And if I divide I'd take the reciprocal of 8 to 1/8 then multiply across right?
Yup
You from Germany? Ich spreche ein bisschen Deutch ๐ Very limited vocabulary though, so best to keep the conversation in English ๐
Aha ๐
Do you want those other pages you are writing checked when they're ready too? Or are you ready to mark your question as solved?
Use .close to mark as solved, or you can @ me when you want more help and I'll be back. @night phoenix
I'll make a new help when I got all my sheets done and I'll @ you ok?
Ok
Also, people usually say "greatest common division" or GCD, not "least common division" or LCD as you write it.
The book said lcd so that's what I did.
Also, wdym by PEMDAS for simplifying fraction. PEMDAS is just a convention about how to read an expression. Specifically, it's about where are the "invisible brackets"
Yeah right. GCD and LCM. Greatest common divisior and least common multiple. Easy to mix them up.
For example, the expression 2 + 3 * 4 + 5 is read as if it's written 2 + (3 * 4) + 5
Might have been lcm?
There is also no requirement to fully simplify the numerator and the denominator before simplifying the whole fraction. If you think like this, you will get stumped hard when you learn polynomials (i.e. when dealing with rational function, very common type of function that you get to deal with when you later learn limits)
You just have to keep in mind that to simply fractions, you divide both numerator and denominator with their GCD, and you can preemptively cross out common factors.
Ok. Both GCD and LCM are helpful when working with fractions, so I'm not sure which one your note refers to.
I'd use LCM for that.